Loppyfoot Messages 192 Reaction score 0 Thread starter Jan 6, 2011 #1 Homework Statement ∫4to5 ∫1to2 (1x + y)−2 dy dx The Attempt at a Solution I am confused about what to do with this negative 2. Any ideas? Attachments aaaaaa.png 301 bytes · Views: 418
Homework Statement ∫4to5 ∫1to2 (1x + y)−2 dy dx The Attempt at a Solution I am confused about what to do with this negative 2. Any ideas?
LCKurtz Science Advisor Homework Helper Messages 9,567 Reaction score 775 Jan 6, 2011 #2 Loppyfoot said: Homework Statement ∫4to5 ∫1to2 (1x + y)−2 dy dx The Attempt at a Solution I am confused about what to do with this negative 2. Any ideas? An antiderivative of -2 with respect to y is -2y. Or if that -2 is supposed to be an exponent, use the X2 button: (x + y)-2. If that is what you mean then let u = x + y, du = dy to proceed.
Loppyfoot said: Homework Statement ∫4to5 ∫1to2 (1x + y)−2 dy dx The Attempt at a Solution I am confused about what to do with this negative 2. Any ideas? An antiderivative of -2 with respect to y is -2y. Or if that -2 is supposed to be an exponent, use the X2 button: (x + y)-2. If that is what you mean then let u = x + y, du = dy to proceed.